Question

the area of a square park is the same as of a rectangular park if the side of the square Park is 60 m and the length of the rectangular park is 90 m find the breadth of the rectangular park​

Answer 1

Answer:

Step-by-step explanation:

area of rectangular park = area of square park

side of square park = 60 m

length of rectangle park = 90 m  

area of square park = side * side

60*60=3600m^2

area of rectangle park =

l*b

90*x=3600

x= 3600/90= 40 m^2

breadth=40m^2

to check:

40*90= 3600

3600=3600

hence proved

Answer 2

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${ \bold { \underline{\large{Question : - }}}} \:$

The area of a square park is the same as of a rectangular park if the side of the square Park is 60 m and the length of the rectangular park is 90m find the breadth of the rectangular park.

${ \bold { \underline{\large{Given : - }}}} \:$

◍ Area of square park = Area of ㅤㅤrectangular park

◍ Side of square park is 60m.

◍ Length of rectangular park is 90m.

${ \bold { \underline{\large{To \: Find : - }}}} \:$

◍ Breadth of rectangular park.

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$\large\boxed{\boxed{\tt{So\:let's \:do\:it\::-}}}$

$\sf{\red \dag \underbrace{Area_{(square)}\:\leadsto\:(side)^2}}\red\dag$

SO,

Area of square park = $\sf{(side)^2 }$

ㅤ$\longmapsto$ $(60)^2$

$\longmapsto$ $60\:\times\:60$

ㅤ$\longmapsto$ $3600$

$\boxed {\frak {\therefore \purple {Area\:of\:square\:park\:\leadsto\:3600m^2}}}\:\orange\bigstar$

$\sf{\red \dag \underbrace{We\:know\:that,\:area_{(square\:park)}\:\leadsto\:area_{(rectangular\:park)}}}\red\dag$

SO,

$\sf{ L \:\times\:B\:=\:3600}$

$\sf{90\:\times\:B\:=\:3600}$

$\sf{B\:=\: \dfrac{3600}{90}}$

$\sf{B\:=\:\cancel{\dfrac{3600}{90}}}$

$\sf{B\:=\:40}$

$\boxed {\frak {\therefore \purple {Breadth\:of\:rectangular\:field\:\leadsto\:40m}}}\:\orange\bigstar$

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